Answer:
The beta of the new project is 1.475
Explanation:
The beta is the measure of systematic or market risk associated to a stock. The beta is used in the calculation of the required/expected rate of return under the CAPM model. The CAPM model uses the following formula to calculate the required/expected rate of return,
r = rRF + Beta * (rM - rRF)
Plugging in the available variables, we can calculate the value of the beta.
0.154 = 0.036 + Beta * (0.116 - 0.036)
0.154 - 0.036 = Beta * 0.08
0.118 / 0.08 = Beta
Beta = 1.475
Answer:
The unemployment rate is 42.85.
Explanation:
The formula to calculate the unemployment rate is:
Unemployment Rate = (Unemployed People / Total Labor) x 100 -- (1)
where total labor is the sum of the unemployed people and employed people.
Unemployed People = 10 Retired persons + 5 stay-at home parents + 10 persons with no job + 5 persons who wanted job
Unemployed People = 30
Labor Force = Employed people + Unemployed people
Labor Force = 40 + 30
Labor Force = 70
Putting the values in equation 1,
Unemployment Rate = ( 30/ 70) x 100
Unemployment Rate = 42.85
The pricing objective of a firm that adjusts price levels so it can increase sales volume to match organizational expenses is survival.
Answer:
$63,000
Explanation:
The computation of cases of cola were completed and transferred to Finished Goods Inventory during January is shown below:-
Completed and transferred to finished goods inventory is
= Case of cola as on Jan 1 work in process + completed & transferred out - ending work in process as on Jan 31
= $5,000 + $65,000 - $7,000
= $63,000
Hence, the number of cases of cola is $63,000
Answer:
True.
Explanation:
Messaging systems range from semi-public systems such as standard text messaging on mobile phones, to private systems that are closed to anyone outside of invited members.
A messaging system can be defined as an electronic device which enables users to send text messages to one or more users depending on the configuration and it ranges from semi-public systems to private systems.
In a semi-public messaging system, messages can be sent between users with little or no restriction to who can send or receive these messages. An example is sending short standard text on mobile phones.
On the other hand, a private messaging system is a type of system that denies access to individuals outside of the group, only invited members are able to send and receive messages.